explain the application and limitation of dimensional analysis
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+ first it do not give information about the dimensionless constant like π
+ second is that it fails when there are more than three physical quantities
+ it also cannot derive the equations which includes logarithms, exponential functions or trigonometry
+ in the last it it fails when the physical quantity is a sum or difference of two different quantities
;)
+ second is that it fails when there are more than three physical quantities
+ it also cannot derive the equations which includes logarithms, exponential functions or trigonometry
+ in the last it it fails when the physical quantity is a sum or difference of two different quantities
;)
Answered by
1
Answer:
Explanation:
dimensional analysis helps to derive a formula and checks consistency of an equation.
Limitation is that it cannot be used for more than three physical quantities at a time
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